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We are like some amateurs who want to paint finished pictures before they have studied the elements of Art, and when they see an artist do without difficulty what they vainly attempt, they look upon him as being specially favoured by Providence, instead of putting it down to their own want of knowledge. The idea is true. Thought is the great power of the Universe. But to make it practically available we must know something of the principles by which it works — that it is not a mere vaporous indefinable influence floating around and subject to no known laws, but that on the contrary, it follows laws as uncompromising as those of mathematics, while at the same time allowing unlimited freedom to the individual.
Now the purpose of the following pages is to suggest to the reader the lines on which to find his way out of this nebulous sort of thought into something more solid and reliable. I do not profess, like a certain preacher, to "unscrew the inscrutable", for we can never reach a point where we shall not find the inscrutable still ahead of us; but if I can indicate the use of a screwdriver instead of a hatchet, and that the screws should be turned from right to left, instead of from left to right, it may enable us to unscrew some things which would otherwise remain screwed down tight.
We are all beginners, and indeed the hopefulness of life is in realizing that there are such vistas of unending possibilities before us that however far we may advance, we shall always be on the threshold of something greater. We must be like Peter Pan, the boy who never grew up — heaven defend me from ever feeling quite grown up, for then I should come to a standstill; so the reader must take what I say simply as the talk of one boy to another in the Great School, and not expect too much.
Equally true it is on the other hand that the forces of Nature around us do not think. Steam, electricity, gravitation, and chemical affinity do not think. They follow certain fixed laws which we have no power to alter. Therefore we are confronted at the outset by a broad distinction between two modes of Motion — the Movement of Thought and the Movement of Cosmic Energy — the one based upon the exercise of Consciousness and Will, and the other based upon Mathematical Sequence. That is why that system of instruction known as Freemasonry starts by erecting the two symbolic pillars Jachin and Boaz — Jachin so called from the root Yak, meaning "One", indicating the Mathematical element of Law; and Boaz, from the root Awáz, meaning "Voice", indicating the Personal element of Free Will.
These names are taken from the description in 1 Kings 7:21 and 2 Chron. 3:17 of the building of Solomon's Temple, where these two pillars stood before the entrance, the meaning being that the Temple of Truth can only be entered by passing between them — that is, by giving each of these factors its due relation to the other, and by realizing that they are the two Pillars of the Universe, and that no real progress can be made except by finding the true balance between. Law and Personality: these are the two great principles with which we have to deal, and the problem is to square the one with the other. [See Lecture 6 in The Edinburgh Lectures - Ed.]
Hardly more than a generation ago it was supposed that the analysis of matter could not be carried further than its reduction to some seventy primary chemical elements which, in various combinations, produced all material substances; but there was no explanation how all these different elements came into existence. Each appeared to be an original creation, and there was no accounting for them. But nowadays, as the rustic physician says in Molière's play of the Médecin Malgré Lui ['Physician Despite Himself' - Ed.], "Nous avons changé tout cela" ['We have changed all that'. - Ed.].
Modern science has shown conclusively that every kind of chemical atom is composed of particles of one original substance which appears to pervade all space, and to which the name of Ether has been given [The precise nature of "ether", and even its existence, has been disputed, but it is regaining respectability in the quantum physics of the early 21st century. - Ed.]. Some of these particles carry a positive charge of electricity and some a negative, and the chemical atom is formed by the grouping of a certain number of negatively charged particles round a centre composed of positive electricity around which they revolve; and it is the number of these particles that determines the nature of the atom — whether, for instance, it will be an atom of iron or an atom of hydrogen — and thus we are brought back to Plato's old aphorism that the Universe consists of Number and Motion.
The size of these etheric particles is small beyond anything but abstract mathematical conception. Sir Oliver Lodge [English physisist, 1851-1940 - Ed.] is reported to have made the following comparison in a lecture delivered at Birmingham. "The chemical atom", he said, "is as small in comparison to a drop of water as a cricket-ball is compared to the globe of the earth; and yet this atom is as large in comparison to one of its constituents as Birmingham Town Hall is to a pin's head". Again it has been said that in proportion to the size of the particles, the distance at which they revolve round the centre is as great as the distance from the Earth to the Sun. I must leave the realization of such infinite minuteness to the reader's imagination — it is beyond mine.
Modern science thus shows us all material substance, whether that of inanimate matter or that of our own bodies, as proceeding out of one primary etheric substance occupying all space and homogeneous — that is, being of a uniform substance — and having no qualities to distinguish one part from another. Now this conclusion of science is important because it is precisely the fact that out of this homogeneous substance particles are produced which differ from the original substance in that they possess positive and negative energy, and of these particles the atom is built up. So then comes the question: What started the differentiation?
The electronic theory which I have just mentioned takes us as far as a universal homogeneous ether as the source from which all matter is evolved, but it does not account for how motion originated in it; but perhaps another closely allied scientific theory will help us. Let us then turn to the question of Vibrations or Waves in Ether.
These infinitesimally small ultraviolet or actinic waves, as they are called, are the principal agents in photography; and the great waves of wireless telegraphy are able to carry a force across the Atlantic which can sensibly affect an apparatus on the other side. Therefore we see that the ether of space affords a medium through which energy can be transmitted by means of vibrations.
But what starts the vibrations? Hertz [Heinrich Rudolf Hertz, 1857-1894, German physicist - Ed.] announced his discovery of the electromagnetic waves now known by his name in 1888; but, following up the labours of various other investigators, Lodge, Marconi [Guglielmo Marconi, 1874-1937, Italian physicist, inventor, and Nobel prize-winner - Ed.], and others finally developed their practical application after Hertz's death. To Hertz, however, belongs the honour of discovering how to generate these waves by means of sudden, sharply defined, electrical discharges.
The principle may be illustrated by dropping a stone in smooth water. The sudden impact sets up a series of ripples all round the centre of disturbance, and the electrical impulse acts similarly on the ether. Indeed the fact that the waves flow in all directions from the central impulse is one of the difficulties of wireless telegraphy, because the message may be picked up in any direction by a receiver tuned to the same rate of vibration, and the interest for us consists in the hypothesis that thought-waves act in an analogous manner.
That vibrations are excited by sound is beautifully exemplified by the eidophone, an instrument invented, I believe, by Mrs Watts-Hughes, and with which I have seen that lady experiment. Dry sand is scattered on a diaphragm on which the eidophone concentrates the vibrations from music played near it. The sand, as it were, dances in time to the music and, when the music stops, is found to settle into definite forms, sometimes like a tree or a flower, or else some geometrical figure, but never a confused jumble. Perhaps in this we may find the origin of the legends regarding the creative power of Orpheus' lyre, and also the sacred dances of the ancients — who knows!
Perhaps some critical reader may object that sound travels by means of atmospheric and not etheric waves; but is he prepared to say that it cannot produce etheric waves also? The very recent discovery of transatlantic telephoning tends to show that etheric waves can be generated by sound, for on the 20th of October, 1915, words spoken in New York were immediately heard in Paris and could therefore only have been transmitted through the ether, for sound travels through the atmosphere only at the rate of about 750 miles an hour, while the speed of impulses through ether can only be compared with that of light, or 186,000 miles in a second. It is therefore a fair inference that etheric vibrations can be inaugurated by sound.
Perhaps the reader may be inclined to say with the Irishman that all this is "as dry as ditch-water", but he will see before long that it has a good deal to do with ourselves. For the present what I want him to realize by a few examples is the mathematical accuracy of Law. The value of these examples lies in their illustration of the fact that the Law can always be trusted to lead us on to further knowledge. We see it working under known conditions and, relying on its unchangeableness, we can then logically infer what it will do under other hypothetical conditions, and in this way many important discoveries have been made. [Some of the Editor's thoughts on this subject may be found in Vibrations - Ed.]
In like manner Hertz was led to the discovery of the electromagnetic waves. The celebrated mathematician Clerk-Maxwell [James Clerk Maxwell, 1831-1879, Scottish physicist. - Ed.] had calculated all particulars of these waves twenty-five years before Hertz, on the basis of these calculations, worked out his discovery. Again, Neptune, the outermost planet of our system, was discovered by the astronomer Galle [Johann Gottfried Galle, 1812-1910, German astronomer - Ed.] in consequence of calculations made by Leverrier [Urbain-Jean-Joseph LeVerrier, 1811-1977. French astronomer - Ed.]. Certain variations in the movements of the planets were mathematically unaccountable except on the hypothesis that some more remote planet existed. Astronomers had faith in mathematics, and the hypothetical planet was found to be a reality.
Instances of this kind might be multiplied, but as the French say, "à quoi bon?" [why bother? - Ed.] I think these will be sufficient to convince the reader that the invariable sequence of Law is a factor to be relied upon, and that by studying its working under known conditions we may get at least some measure of light on conditions which are as yet unknown to us.
Some very interesting experiments have been made by De Rochas [possibly Alphonse Beau de Rochas, 1815-1893, French engineer - Ed.], an eminent French scientist, which go to show that under certain magnetic conditions the sensation of physical touch can be experienced at some distance from the body. He found that under these conditions the person experimented on is insensible to the prick of a needle run into his skin, but if the prick is made about an inch-and-a-half away from the surface of the skin, he feels it. Again, at about three inches from this point he feels the prick of the needle, but is insensitive to it in the space between these two points. Then there comes another interval in which no sensation is conveyed, but at about three inches still further away he again feels the sensation, and so on; so that he appears to be surrounded by successive zones of sensation, the first about an inch-and-a-half from the body, and the others at intervals of about three inches each. The number of these zones seems to vary in different cases, but in some there are as many as six or seven, thus giving a radius of sensation extending to more than twenty inches beyond the body.
Now to explain this we must have recourse to what I have already said about waves. The heart and lungs are the two centres of automatic rhythmic movement in the body, and each projects its own series of vibrations into the etheric envelope. Those projected by the lungs are estimated to be three times the length of those projected by the heart, while those projected by the heart are three times as rapid as those projected by the lungs. Consequently if the two sets of vibrations start together, the crest of every third wave of the rapid series of short waves will coincide with the crest of one of the long waves of the slower series, while the intermediate short waves will coincide with the depression of one of the long waves.
Now the effect of the crest of one wave overtaking that of another going in the same direction is to raise the two together at that point into a single wave of greater amplitude or height than the original waves had by themselves; if the reader has the opportunity of studying the inflowing of waves on the seabeach, he can verify this for himself. Consequently when the more rapid etheric waves overtake the slower ones, they combine to form a larger wave, and it is at these points that the zones of sensation occur.
If the reader will draw a diagram of two waved lines travelling along the same horizontal line and so proportioned that the crest of each of the large waves coincides with the crest of every third wave of the small ones, he will see what I mean: and if he then recollects that the fall in the larger waves neutralizes the rise in the smaller ones, and that because this double series starts from the interior of the body the surface of the body comes at just one of these neutralized points, he will see why sensation is neutralized there; and he will also see why the succeeding zones of sensation are double the distance from each other that the first one is from the surface of the body: it is simply because the surface of the body cuts the first long wave exactly in the middle, and therefore only half that wave occurs outside the body. This is the explanation given by De Rochas, and it affords another example of that principle of mathematical sequence of which I have spoken. It would appear that under normal conditions the double series of vibrations is spread all over the body, and so all parts are alike sensitive to touch.
I think, then, we may assume on the basis of De Rochas' experiments and others that there are such things as etheric vibrations proceeding from human personality, and in the next chapter I will give some examples showing that psychic personality extends still further than these experiments, taken by themselves, would indicate — in fact that we possess an additional range of faculties far exceeding those which we ordinarily exercise through the physical body, and which must therefore be included in our conception of ourselves if we are to have an adequate idea of what we really are.